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twin-path® slings in action - Hanes Supply, Inc

twin-path® slings in action - Hanes Supply, Inc

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Wire RopesYOUR SLING AND RIGGING SPECIALISTblock tWIstInGBlock twist<strong>in</strong>g or "cabl<strong>in</strong>g" is one of themost frequently encountered wire ropeproblems <strong>in</strong> the construction field. Whenthis problem occurs, the wire rope is mostoften blamed, and other equally importantfactors <strong>in</strong> the operation are overlooked.Personnel experienced with handl<strong>in</strong>g ofwire rope know that conventional wireropes will twist or unlay slightly, when aload is applied. In a reeved hoist<strong>in</strong>g system,subjected to load<strong>in</strong>g and unload<strong>in</strong>gsuch as a load hoist<strong>in</strong>g l<strong>in</strong>e, this results <strong>in</strong>block twist<strong>in</strong>g and possibly distortion of thewire rope. Cabl<strong>in</strong>g of the block most frequentlyoccurs as the load <strong>in</strong> the wire ropeis released, and the "falls" are <strong>in</strong> a loweredposition. Cabl<strong>in</strong>g may be considered as thetwist<strong>in</strong>g of the block beyond one-half of arevolution (180° twist<strong>in</strong>g) of the travel<strong>in</strong>gblock. When this condition occurs, the operatorshows good judgment <strong>in</strong> not mak<strong>in</strong>gadditional lifts, until the conditions caus<strong>in</strong>gthe problem are corrected.The follow<strong>in</strong>g mach<strong>in</strong>e and site conditionsshould be <strong>in</strong>vestigated for possible improvement<strong>in</strong> block twist<strong>in</strong>g.1. Reduced wire rope length. Longer ropelengths cause more twist<strong>in</strong>g than shortrope lengths. This applies particularly tothe amount of wire rope <strong>in</strong> the "falls."2. Reduce the amount of load lifted. Heavilyloaded ropes have more torque andtwist than lightly loaded ropes. This conditionwould also apply to the speed ofload<strong>in</strong>g or "shock" load<strong>in</strong>g, s<strong>in</strong>ce this conditionalso causes higher wire rope load<strong>in</strong>g.3. Elim<strong>in</strong>ate "odd-part" reev<strong>in</strong>g, where thewire rope "dead-end" is on the travel<strong>in</strong>gblock. Wire rope torque, from the applicationof load, is greatest at the rope deadend.4. Relocate the rope dead-end at the boom,<strong>in</strong> order to <strong>in</strong>crease the separation betweenthe dead-end and the other ropeparts. This applies a stabiliz<strong>in</strong>g load directlyto the travel<strong>in</strong>g block. The orig<strong>in</strong>alequipment manufacturer should be consultedbefore mak<strong>in</strong>g this modification.5. <strong>Inc</strong>rease sheave size. This <strong>in</strong>creases theamount of separation between wire ropeparts and may improve the situation byapply<strong>in</strong>g stabiliz<strong>in</strong>g loads and reduc<strong>in</strong>gthe amount of rope torque transmitted tothe travel<strong>in</strong>g block.6. Restra<strong>in</strong> the twist<strong>in</strong>g block with a "tag"l<strong>in</strong>e. One or more of the forego<strong>in</strong>g suggestionsmay elim<strong>in</strong>ate the problem withoutresort<strong>in</strong>g to "specialized" wire ropewhich may not only be difficult to locatebut expensive as well.The use of special "rotation resistant" wireropes will not likely be required unless the<strong>in</strong>tended length of rope "falls" exceeds 100feet, or the length of the load hoist<strong>in</strong>g l<strong>in</strong>eexceeds 600 feet. In the event these latterconditions exist, the user should also anticipateus<strong>in</strong>g a comb<strong>in</strong>ation of the "rotation resistant"wire rope and the forego<strong>in</strong>g fieldsuggestions for the more severe problems.elastIc stRetcHElastic stretch results from recoverable deformation of the metal itself. Here, aga<strong>in</strong>, a quantitycannot be precisely calculated. However, the follow<strong>in</strong>g equation can provide a reasonableapproximation for a good many situations.Change <strong>in</strong> load (lb.) x Length (ft.)Changes <strong>in</strong> length (ft.) =Area (<strong>in</strong>. 2 ) x Modulus of Elasticity (psi)The modulus of elasticity is given below.aPPRoXIMate MoDUlUs of elastIcItY(PoUnDs PeR sQUaRe <strong>Inc</strong>H)RoPe zeRo tHRoUGH 20% 21 to 65%classIfIcatIon loaDInG loaDInG*6 x 7 with fiber core 11,700,000 13,000,0006 x 19 with fiber core 10,800,000 12,000,0006 x 36 with fiber core 9,900,000 11,000,0008 x 19 with fiber core 8,100,000 9,000,0006 x 19 with IWRC 13,500,000 15,000,0006 x 36 with IWRC 12,600,000 14,000,000*Applicable to new rope, i.e., not previously loaded.HEADQUARTERS: 55 James E. Casey Drive • Buffalo, NY 14206 PHONE: 716.826.2636 FAX: 716.826.4412 www.hanessupply.com151PHYsIcal PRoPeRtIeselastIc PRoPeRtIes ofWIRe RoPeThe follow<strong>in</strong>g discussion relates to conventional6- or 8-strand ropes that have eitherfiber or steel cores; it is not applicableto rotation-resistant ropes s<strong>in</strong>ce these constitutea separate case.Wire rope is an elastic member; it stretchesor elongates under load. This stretchderives from two sources:1. constructional, and2. elastic.In actuality, there may be a third source ofstretch – a result of the rope rotat<strong>in</strong>g on itsown axis. Such elongation, which mayoccur either as a result of us<strong>in</strong>g a swivel,or from the effect of a free-turn<strong>in</strong>g load, isbrought about by the unlay<strong>in</strong>g of the ropestrands. Because the third source is a subjectthat is beyond the scope of this publication,discussion will be directed toconstructional and elastic stretch.constRUctIonal stRetcHWhen a load is applied to wire rope, thehelically-laid wires and strands act <strong>in</strong> aconstrict<strong>in</strong>g manner thereby compress<strong>in</strong>gthe core and br<strong>in</strong>g<strong>in</strong>g all the rope elements<strong>in</strong>to closer contact. The result is a slight reduction<strong>in</strong> diameter and an accompany<strong>in</strong>glengthen<strong>in</strong>g of the rope.Constructional stretch is <strong>in</strong>fluenced by thefollow<strong>in</strong>g factors:1. type of core (fiber or steel),2. rope construction (6 x 7, 6 x 25 FW,6 x 41 WS, 8 x 19 S, etc.),3. length of lay4. material.Ropes with wire strand core (WSC) or<strong>in</strong>dependent wire rope core (IWRC) haveless constructional stretch than those withfiber core (FC). The reason for this is thefact that the steel cannot compress asmuch as the fiber core.Usually, constructional stretch will cease atan early stage <strong>in</strong> the rope's life. However,some fiber core ropes, if lightly loaded (as<strong>in</strong> the case of elevator ropes), may displaya degree of constructional stretch over aconsiderable portion of their life.A def<strong>in</strong>ite value for determ<strong>in</strong><strong>in</strong>g constructionalstretch cannot be assigned s<strong>in</strong>ce itis <strong>in</strong>fluenced by several factors. The follow<strong>in</strong>gtable gives some idea of the approximatestretch as a percentage of ropeunder load.RoPe constRUctIon aPPRoX. stRetcH*6 strand FC 1/2% - 3/4%6 strand IWRC 1/4% - 1/2%8 strand FC 3/4% - 1%*Varies with the magnitude of the load<strong>in</strong>g.

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